A Beginner's Guide to the Fourth Dimension

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Published 2016-06-30
Math can be weird sometimes, usually when it goes against some of our most common knowledge, yet still can make sense. This is one of those times.

All Comments (21)
  • Imagine 4d creatures using 3 dimensional screens to convey theories on 5 dimensions
  • @col7937
    fun fact: If you watch all of the dimension videos on Youtube, you become crazy and still don't get it.
  • @effyiew7318
    I've watched many videos trying to understand 4D and this one has gotten me the closest. Well done.
  • @cara.leo_
    Not sure if I completely understand the fourth dimension yet but I feel like this video has gotten me closer to it. Thank you.
  • @AR-xq7nh
    Are we shadows of our 4d selves ?
  • @CyberQuickYT
    to make 4d just add water, some shaking and air. (Cinemas would agree)
  • I read a book called Hyperspace by Michio Kaku once. There was a passage where someone proposed thinking of a cube, unfolding it into a 2d series of squares, making the squares into cubes and then refolding them into a cube as a means of picturing a hypercube. Also, I may be misinformed but I thought spacetime was a dimension.
  • @baronvg
    I’ve watched many videos explaining 4D, some very good. This explained things I haven’t heard before.
  • @mobamba8265
    is there a beginners guide for this beginners guide this shit too confusing for me
  • @yoyoschmo1
    This was by far the best explanation I’ve seen. So good that I scoured the internet to find it again. Now if you can just get me to understand 11 dimensions
  • @NathanDraxter
    I really like how you rotate the tesseract to show that all squares inside are the same size, that really gives me a better understanding of its nature
  • Here's fuel for thought: as 3D beings, we can fully perceive anything and everything on a 2D plane (as demonstrated by the circle-in-the-box scenario), however due to the lack of the third dimention, a (theoretical) 2D person would find it impossible to look "up" and see us, as we simply exist above their dimension. Taking this one step further - if a 4D person was to look at a 3D plane, they too would be able to perceive everything at once - you, the house you're in, the plumbing of the house, your organs digesting your last meal... anything. And the scary part is, as we exist on a 3D plane, we would be completely unable to look "out" to see these 4D people. They could exist, and be watching you read this, right now, but you wouldn't be able to tell. ;)
  • It's interesting because we can't see 4D objects because we live in a 3D universe, however, hypothetically speaking, we could see the 3D shadows of 4D objects if we found some.
  • @livsmitty
    The 3D image of the moving tesserac really helped me understand things a lot better. It's like life blooms around you. You can open 3d objects up and around and back into themselves. Think flipping a doughnut inside out and back again.
  • @angeldude101
    I liked seeing the 2D shadow of a rotating cube behaving exactly the same way as the 2D shadow of the 3D shadow of the rotating tesseract. It really isn't as strange as it's usually claimed to be.
  • Imagine the horror Mario felt, being controlled by someone to smash objects with his heads, and can only see lines along his way, the horror is giving me anxiety.
  • @adamb7088
    This is soooooo exciting. Especially when on considers using quaternions for rotations in higher dimensional spaces.
  • @Shaolinjake08
    Just discovering this video now, but it definitely helped me understand 4 dimensional space better. The revolving/rotating tesseract was most helpful! Thank you!